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)
| Product Number | 4H53-1-1D |
| Purity | 98 % |
| CAS | 16328-62-4 |
| MDL Number | MFCD00464845 |
| Molecular Formula | C6H5N3O |
| Molecular Weight | 135.126 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H53-1-1D
CAS: 16328-62-4
Molecule Weight: 135.126
Formula: C6H5N3O
![7-Methyl-1,3-dihydroimidazo[4,5-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H53-1-1C
CAS: 518038-75-0
Molecule Weight: 149.153
Formula: C7H7N3O
![6-Bromo-1H-imidazo[4,5-b]pyridin-2(3H)-one](data:image/png;base64,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)
PN: 4H48-9-17
CAS: 148038-83-9
Molecule Weight: 214.022
Formula: C6H4BrN3O
TSCA: Not listed on TSCA inventory
![3H-Imidazo[4,5-b]pyridine](data:image/png;base64,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)